<snapdata remixID="11351459"><project name="L14 Graphing App" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="L14 Graphing App"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Gr6 age-height-weight-gender stats" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>137.4</l><l>146.52</l><l>40.52</l><l>F</l></list></block><block s="reportNewList"><list><l>141.3</l><l>152.12</l><l>46.0</l><l>F</l></list></block><block s="reportNewList"><list><l>138.5</l><l>142.0</l><l>33.1</l><l>F</l></list></block><block s="reportNewList"><list><l>137.6</l><l>150.82</l><l>43.58</l><l>M</l></list></block><block s="reportNewList"><list><l>139.2</l><l>148.46</l><l>40.0</l><l>F</l></list></block><block s="reportNewList"><list><l>141.7</l><l>142.88</l><l>34.84</l><l>M</l></list></block><block s="reportNewList"><list><l>146.1</l><l>155.51</l><l>47.76</l><l>M</l></list></block><block s="reportNewList"><list><l>139.8</l><l>148.55</l><l>48.55</l><l>F</l></list></block><block s="reportNewList"><list><l>140.5</l><l>138.63</l><l>39.85</l><l>F</l></list></block><block s="reportNewList"><list><l>139.5</l><l>146.83</l><l>38.68</l><l>M</l></list></block><block s="reportNewList"><list><l>144.0</l><l>149.31</l><l>39.5</l><l>M</l></list></block><block s="reportNewList"><list><l>146.6</l><l>154.5</l><l>58.55</l><l>F</l></list></block><block s="reportNewList"><list><l>141.5</l><l>149.85</l><l>40.72</l><l>F</l></list></block><block s="reportNewList"><list><l>144.8</l><l>152.6</l><l>49.5</l><l>F</l></list></block><block s="reportNewList"><list><l>144.3</l><l>149.31</l><l>40.67</l><l>M</l></list></block><block s="reportNewList"><list><l>144.5</l><l>150.48</l><l>40.8</l><l>F</l></list></block><block s="reportNewList"><list><l>137.5</l><l>141.09</l><l>45.28</l><l>M</l></list></block><block s="reportNewList"><list><l>145.5</l><l>151.5</l><l>39.5</l><l>F</l></list></block><block s="reportNewList"><list><l>145.6</l><l>137.8</l><l>30.8</l><l>M</l></list></block><block s="reportNewList"><list><l>143.5</l><l>153.88</l><l>44.46</l><l>F</l></list></block><block s="reportNewList"><list><l>142.5</l><l>147.25</l><l>44.0</l><l>F</l></list></block><block s="reportNewList"><list><l>136.1</l><l>132.32</l><l>27.49</l><l>M</l></list></block><block s="reportNewList"><list><l>140.5</l><l>152.29</l><l>51.85</l><l>M</l></list></block><block s="reportNewList"><list><l>144.1</l><l>144.33</l><l>35.87</l><l>M</l></list></block><block s="reportNewList"><list><l>136.5</l><l>144.62</l><l>36.89</l><l>F</l></list></block><block s="reportNewList"><list><l>136.0</l><l>158.81</l><l>56.4</l><l>F</l></list></block><block s="reportNewList"><list><l>146.8</l><l>160.2</l><l>55.05</l><l>M</l></list></block></list><comment w="90" collapsed="false">27 sixth graders with age, height in cm, weight in kg, and sex</comment></block></block></script></block-definition><block-definition s="round %&apos;input number&apos; to %&apos;n&apos; decimal places" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block var="input number"/><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></list></block></block><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></block></block></script></block-definition><block-definition s="coordinate pair x %&apos;x&apos; y %&apos;y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><l>(</l><block var="x"/><l>,</l><l> </l><block var="y"/><l>)</l></list></block></block></script></block-definition><block-definition s="announce axes position %&apos;x&apos; %&apos;y&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="x"/><block s="reportVariadicSum"><list><block var="y"/><l>5</l></list></block></block><custom-block s="label %txt of size %n"><custom-block s="coordinate pair x %n y %n"><custom-block s="round %n to %n decimal places"><custom-block s="xGraph at xStage: %n"><block var="x"/></custom-block><l>2</l></custom-block><custom-block s="round %n to %n decimal places"><custom-block s="yGraph at yStage: %n"><block var="y"/></custom-block><l>2</l></custom-block></custom-block><l>16</l></custom-block><block s="gotoXY"><block var="x"/><block var="y"/></block></script></block-definition><block-definition s="set graph scale, xMin: %&apos;xmin&apos; xMax: %&apos;xmax&apos; yMin: %&apos;ymin&apos; yMax: %&apos;ymax&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="clear"></block><block s="doSetVar"><l>x min val</l><block var="xmin"/></block><block s="doSetVar"><l>x max val</l><block var="xmax"/></block><block s="doSetVar"><l>y min val</l><block var="ymin"/></block><block s="doSetVar"><l>y max val</l><block var="ymax"/></block><block s="doSetVar"><l>x-stepsize</l><block s="reportQuotient"><l>480</l><block s="reportDifference"><block var="xmax"/><block var="xmin"/></block></block></block><block s="doSetVar"><l>y-stepsize</l><block s="reportQuotient"><l>360</l><block s="reportDifference"><block var="ymax"/><block var="ymin"/></block></block></block><custom-block s="announce axes position %n %n"><custom-block s="y-axis"></custom-block><custom-block s="x-axis"></custom-block></custom-block></script></block-definition><block-definition s="y-axis" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l></l></block><block s="setHeading"><l>0</l></block><block s="doIfElse"><custom-block s="%n ≤ %n ≤ %n"><block var="x min val"/><l>0</l><block var="x max val"/></custom-block><script><block s="up"></block><block s="gotoXY"><custom-block s="xStage for xGraph: %n"><l>0</l></custom-block><l>-180</l></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="forward"><l>360</l></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="doReport"><block s="xPosition"></block></block></script><script><block s="up"></block><block s="gotoXY"><l>0</l><l>-180</l></block><block s="setSize"><l>1</l></block><custom-block s="dashed line %n"><l>360</l></custom-block><block s="doReport"><block s="xPosition"></block></block></script></block></script></block-definition><block-definition s="x-axis" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l></l></block><block s="setHeading"><l>90</l></block><block s="doIfElse"><custom-block s="%n ≤ %n ≤ %n"><block var="y min val"/><l>0</l><block var="y max val"/></custom-block><script><block s="up"></block><block s="gotoXY"><l>-240</l><custom-block s="yStage for yGraph: %n"><l>0</l></custom-block></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="forward"><l>480</l></block><block s="setSize"><l>1</l></block><block s="up"></block><block s="doReport"><block s="yPosition"></block></block></script><script><block s="up"></block><block s="gotoXY"><l>-240</l><l>0</l></block><block s="setSize"><l>1</l></block><custom-block s="dashed line %n"><l>480</l></custom-block><block s="doReport"><block s="yPosition"></block></block></script></block></script></block-definition><block-definition s="dashed line %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="doRepeat"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="length"/><l>10</l></block></block><script><block s="down"></block><block s="forward"><l>5</l></block><block s="up"></block><block s="forward"><l>5</l></block></script></block><block s="down"></block><block s="forward"><block s="reportModulus"><block var="length"/><l>10</l></block></block><block s="up"></block></script></block></script></block-definition><block-definition s="yStage for yGraph: %&apos;actual y value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><l>-180</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="actual y value"/><block var="y min val"/></block><block var="y-stepsize"/></list></block></list></block></block></script></block-definition><block-definition s="xStage for xGraph: %&apos;actual x value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><l>-240</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="actual x value"/><block var="x min val"/></block><block var="x-stepsize"/></list></block></list></block></block></script></block-definition><block-definition s="xGraph at xStage: %&apos;stage-x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block 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type="%n"></input></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportNot"><block s="reportGreaterThan"><block var="x"/><block var="y"/></block></block><block s="reportNot"><block s="reportGreaterThan"><block var="y"/><block var="z"/></block></block></block></block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. 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23dvwRODTPguTUWvg4YBM4H/gNYWWM+P2YCL/pmZyQmYAJ5IWABTttSt4clZ+331jo50Wx4ddgPfksQ47Tb5fIKSqDWQVbQ7rtbJpBjAhbgtI23HiglEN9q/RLhMvAK4PdpN8rlFZeABbi4tnXPik7AXtBpW7hRJ6pDLMBpm6TY5VmAi21f984ETKB2Ao3MgCXeh1mAa4ftJ2vf5zArEzABEyg6gcuBlwM7hqXoWvor4ZXjlY4ifQQYriWTnzEBEfAM2OPABEzABMYJHAW8BzgB2BroCu/I6Y4hVY8iPQtcC5wLXA88b5gmUCsBC3CtpPycCWSNgPeA07bInBB8Q2eBjwZeBmw2wzng54LH88/CGeA/AYqS5WQCNROwANeMyg+aQMYI2Au6GQaZDewE7Bt+eoCdgxCrPs1wHwlLzTq2dFsIwKHzwE4mkIiABTgRLj9sAhkiYAFupjF0HGlzoDvEg1aISqWnQxjKkfBvRcRyMoG6CFiA68LmTCaQAQIW4AwYwU0wgfoJWIDrZ+ecJtBeAhbg9vJ37SbQIAELcIMAnd0E2kbAAtw29K7YBNIgYAFOg6LLMIF2ELAXdDuou04TSI2ABTg1lC7IBEzABEzABGonYAGunZWfNAETMAETMIHUCFiAU0PpgkzABEzABEygdgIW4NpZ+UkTyBYB7wFnyx5ujQkkJGABTgjMj5tAZgjYCzozpnBDTKAeAhbgeqg5jwlkgUC+BXg+sC3QF67x6w0hH+eGcI/3A0uBG4FlwJPAmixgdxtMIC0CFuC0SLocE2g1gfwK8A7AEYAuPdCFB7r+bwGgOMwKAVkOYqsLDx4Id+xeCdwchLjVpF2fCTSFgAW4KVhdqAm0gEA+BVjxld8Zrv1bEoS3eu3fVGi68m89oCv/bgK+Fa7+UzxmJxPIPQELcO5N6A50LIF8CvDxwNnA/sC8BLbTbFjL0d8ALkqQz4+aQGYJWIAzaxo3zAQ2QSCfXtCfDAIs8U3y/tFsWFcBfh1QGU4mkHsCST4Aue+sO2ACJtB2AmcFAa63IRLgD9eb2flMIEsELMBZsobbYgLFJ2ABLr6N3cMaCViAawTlx0zABFIh8HHgb4LzVZL3j5agnwlL0J9OpSUuxATaTCDJB6DNTXX1JmACkwjkcw9Yx48+E44hbZXAoiuBnwZP6J8kyOdHTSCzBCzAmTWNG2YCmyCQTy9oOV+9HjgdeAUgEa6e/53aYZ0HXg08BfwMOAf4bXDG8vAwgdwTsADn3oTuQMcSyKcAy1w6C7wP8LrwsygsSc+aEIhjXVhyvgPQjPd6YBRY1bH2dscLR8ACXDiTukMdQyC/AiwTada7dQg/uXcQZEXEmhNE9kHgdmAYeAhQ8I2xjrGtO9oRBCzAHWFmd7KQBPItwFWT6B20GbBlCMyhUJQSWs10Jbr6LQcsJxMoHAELcOFM6g51DIFiCHDHmMsdNYGpBCzAHhMmkFcC+fSCboT2dsBCYJfgvKU9Y82Wq0vTmj3rb5oxK3TlY8DdgG5W0p6ykwlkioAFOFPmcGNMwASmEND1hD3A4cDB4d87hSVrXWkowZ2Y5Dm9NlzgoKNL94ZrDeU9fUvwqPaStodZJghYgDNhBjfCBExgGgIS18OAtwFHA3tM2Cee+O6a+O+quOp39TYlCfEfwyUOVwOPel/Z4y0LBCzAWbCC22ACJjAdgX7gE8AJwPYNItKsWCJ8fjhP7CsNGwTq7I0TsAA3ztAlmEB7CBR/D/hD4eKGHcL54EY4azYsj+oVwEnASCOFOa8JpEHAApwGRZdhAu0gUHwv6C8AurxB76k03lXVJWndRawzxk4m0FYCaQzqtnbAlZtAxxIovgA3enPSdENDHtNa2rYAd+wHJzsdtwBnxxZuiQkkI1B8Ac77DFjBRRRmc1dgmxDlS8ehtP+sSF86IiWHMKcOJWAB7lDDu9sFIFB8AT4F+DzwUkDHkRpJOp70CPB74MxwNriR8jaWV3vWS4CDwmx7T0BnmBVmUwKsyyXuAwaBm4NzmMJtqo1OHUTAAtxBxnZXC0ag+AK8c7g16dQQK7or7AUr4EYtqXoUScvOmnX+CPgu8Otwy1ItZSR5Ru3SjFdOXicC+4XzylNve5LQqk2631ixrq8BLgeGHDAkCe78P2sBzr8N3YNOJVB8L2hZdnfgqCBoCsYhUZ4afGOmESABlsgtDXcJS4AHgDVNGjJ7Ae8BTgMWT/Dcnu49O/G88sPAhcB5YUbcpOa52KwRsABnzSJujwmYwEQCekfpzmBFw+oFdHOSAnJsG64w1LKuZsZVQVsf7gvWjFfCphnmbeFHS9DNDEn5XuAzgIRYs95a36+aEStc5qXAx2z+ziFQ6wDpHCLuqQmYQBYJ6F0lUdsN6Aa0zyrxVYANxX3Wku6C8CNBkwArDKXO+z7boqsMPxeOTVWXypNwVPt/BhyXJJOfzTcBC3C+7efWm4AJZIdAo8emrgNel53uuCXNJmABbjZhl28CzSLQGXvAzaLXjHItwM2gWuAyLcAFNq67VnACxfOC1pKynKy033sI0AfoCI/O02pZ+clwdlZOVX8Iy8va561eRziTweW0pXK1dP3ycERI5WpvWUnHgu4JzloqV/vGOhak/eQk6XTgs3XsAWv/WvX/wHvASXDn/1kLcP5t6B50KoFiCbCuFpTovhF4Tdjr1Z6uxLN67EgiLCcq7fkqprOWbHV8R4I8k2fzPODAUO5rgwPXZtOUK7FVuRLC64EfAreG+NG1jjB9cZAH9FvD2eWJe8FT37XVI1Lqk4JyXAJ8H9C1iU4dQsAC3CGGdjcLSKBYAqzrBj8YxFdRozbmyDTxmkFdL3gOcGNwyJpq6COB94frDOU5LUGf6b1XLVcz7Z8A3wZuSHhmeCHwZuAN4RywAnBM1xcJ7xPAXaGui8I5YAfjKOBHdaYuWYA7yNjuasEIFEuAFYxCM2AtC9f6XpJgKpSjxFfirWXjqUkCrWVniW+SciWOWo7+QFj2rnXwaLauLxD7AoeGACK7hGV0ib+Wy+WVrSNRd4bIXH8CHqthKb3WNvi5nBCodUDmpDtupgl0EIFiCbCWfxVuUrPFJEmCpj1ciex0Vww2Uq6WtQ8LwTuStEnvVYmtltV1ZlmhNBUPWsvhOjYl8V0WlrsVKETL6tVzzEnq8bM5J2ABzrkB3fwOJlAsL+hGBGh1iLm8fJrR0Ei5Ku5lgGaojSTNiie+a6v7v422rZE2OW8GCFiAM2AEN8EETKChGWDWBdjmNYFpCViAPTBMwASyQECzV0W50jJtkvQ8MAqcEJZ0p+aVk5PK1XJwkiRRV3hIXaqg5WInE0idgAU4daQu0ARMoA4CnwDeHs7+Trx6cLrjO9XiJZK6XlAexN8JFy9MrVqxld8WlpInivvGytXer44gXRw8oeWQ5WQCqROwAKeO1AWaQIsIFGsPWIEydHyneoZ2+xmODGnfVAIp7+fbww1C8nReOYMjk2JG62zxO8KxIJU73UUJKlcOUvJG1oz3fODK4DDlvdoWDelOq8YC3GkWd3+LQ6BYXtDVW48U/UpngnUkaUdAQTMkmBJBeQvrCI+WhhWwQpcXSCzl6TyTSKrcLYL4Ks6yvJol9ipXkbeq5aoMBcS4KVxdqBuUVJfFtzifmMz1xAKcOZO4QSZQI4FiCXC101p+ljjq7KyuH1R0KZ2rVYCKx0PgCl1crxmwBLLW6wUltip3p7DMrft6Va6Slpi1B61ydZZYYqzZsJMJNJWABbipeF24CTSRQDEFuApM54ElxvqphqLUmV8tP+un3ohRKkt7wdV7hFWfypXgak+53nKbaGgXXVQCFuCiWtb9Kj6BYgtw8e3nHnY8AQtwxw8BA8gtAQtwbk3nhpuACFiAPQ5MIK8EiuUFnVcruN0mUDcBC3Dd6JzRBEzABEzABOonYAGun51zmoAJmIAJmEDdBCzAdaNzRhMwARMwAROon4AFuH52zmkC7SXgPeD28nftJtAgAQtwgwCd3QTaRsBe0G1D74pNIA0CFuA0KLoME2gHAQtwO6i7ThNIjYAFODWULsgEWkzAAtxi4K7OBNIlYAFOl6dLM4HWEbAAt461azKBJhCwADcBqos0gZYQsAC3BLMrMYFmEbAAN4usyzWBZhOwF3SzCbt8E2gqAQtwU/G6cBMwARMwAROYnoAF2CPDBEzABEzABNpAwALcBuiu0gRMwARMwAQswB4DJpBXAt4Dzqvl3G4TqBCwAHsgmEBeCdgLOq+Wc7tNwALsMWACuSZgAc61+dx4E/AM2GPABPJKwAKcV8u53SbgGbDHgAnkmoAFONfmc+NNwDNgjwETyCsBC3BeLed2m4BnwB4DJpBrAvaCzrX53HgT8AzYY8AETMAETMAE2kDAAtwG6K7SBEzABEzABCzAHgMmYAImYAIm0AYCFuA2QHeVJpAKAe8Bp4LRhZhAuwhYgNtF3vWaQKME7AXdKEHnN4G2ErAAtxW/KzeBBghYgBuA56wm0H4CFuD228AtMIH6CFiA6+PmXCaQEQIW4IwYws0wgcQELMCJkTmDCWSJgAU4S9ZwW0wgCQELcBJaftYEMkfAApw5k7hBJlAjAXtB1wjKj5lANglYgLNpF7fKBEzABEyg4AQswAU3sLtnAiZgAiaQTQIW4Gzaxa0yARMwARMoOAELcMEN7O4VmID3gAtsXHetEwhYgDvByu5jMQnYC7qYdnWvOoaABbhjTO2OFo6ABbhwJnWHOouABbiz7O3eFomABbhI1nRfOpCABbgDje4uF4SABbgghnQ3OpWABbhTLe9+55+ABTj/NnQPOpqABbijze/O55qAvaBzbT433gQswB4DJmACJmACJtAGAhbgNkB3lSZgAiZgAiZgAfYYMAETMAETMIE2ELAAtwG6qzSBVAh4DzgVjC7EBNpFwALcLvKu1wQaJWAv6EYJOr8JtJWABbit+F25CTRAwALcADxnNYH2E7AAt98GboEJ1EfAAlwfN+cygYwQsABnxBBuhgkkJmABTozMGUwgSwQswFmyhttiAkkIWICT0PKzJpA5AhbgzJnEDTKBGgnYC7pGUH7MBLJJwAKcTbu4VSZgAiZgAgUnYAEuuIHdPRMwARMwgWwSsABn0y5ulQmYgAmYQMEJWIALbmB3r8AEvAdcYOO6a51AwALcCVZ2H4tJwF7QxbSre9UxBCzAHWNqd7RwBCzAhTOpO9RZBCzAnWVv9zb/BOYDuwJ7s2DLjzG2bi/WrHoM2AxYDzwOjAB/BG4BVoS/lfPfdffABIpFwAJcLHu6N8UmsBXwSuDPgMOJoj2BucTxGFD9LOvf64CngbuAa4AfAXcGgS42IffOBHJEwAKcI2O5qR1P4BTgA8DLgS2A0gThnQpHM14J8UPARcD5wK1A3PEUDcAEMkLAApwRQ7gZJlADgV8BBwALNiK80wnxvWEm/GHPgmug7EdMoEUELMAtAu1qTCAFAs9XlpzHZ75JkmbCt4eZ89okGf2sCZhA8whYgJvH1iWbQNoEGlk+1n5wP7Am7Ua5PBMwgfoIWIDr4+ZcJtAOAhbgdlB3nSbQJAIW4CaBdbEm0AQCdwO7ALMTlq3jSQ8D/wu4IRxTejI4aSUsyo+bgAmkRcACnBZJl2MCzSfwPwB5Qi8GZoXqNvUZ1qxZR5O0f/woIIes34SjSX8Cnmt+s12DCZjAdAQ29eE1NRMwgewQ6AbeEc4B69/bAF0Jmicxrp4Rvh74JvBLYFWCMvyoCZhASgQswCmBdDEm0AIC8n7eDjgQOIbZc06iXN6LsfX6e5JlaQmxlqC1HP0P4XcLmu8qTMAEJhKwAHs8mEC+COgzq6NIW7DTHl/g2ac/yHNP6W/VJelae6NAHVp+/ivgnFoz+TkTMIH0CFiA02PpkkygtQS6+87m8YfP4klt7dadPgR8o+7czmgCJlA3AQtw3eic0QTaTED3AT8wejbPP3NSAy2xADcAz1lNoBECFuBG6DmvCbSfwCcAeUfrlqQkSUvQurDho8C5STJu5Fktg88LAT+OAJYAuwFzwnK3jlEX2xIZAAAgAElEQVTdHPacR0NQEHloO5lARxKwAHek2d3pAhF4DfA3IcykYkTXkuSE9WCID/2VcElDLfk29syWIU71MeH37oBub9IXAzmJ6SyyjkI9AUh8bwJ+Em5pshd2o/SdP5cELMC5NJsbbQIbCGwOvBk4Pcw4JYSaiU6NFy3R1axXYicP6MvDzFf3BjcaH1ozXF2ReBpwKLBt8Mqe7v2idqwOgUGuC2240SEyPaI7kYAFuBOt7j4Xg4D2gOM4YnhgGOgDjgU0I94jLAVXPaOrVxM+BQwAPw7LwPekIL5iqeXms4FXAJslgLsyzILlBKZzyU4m0FEELMAdZW53tlAEuvvOqvRnZFBL0DqapMAcClW5D/ASYIcwG9Zxo/uA28Ly7yPAM2FGnAYS7SOrDZp9J3mnaP9XS9L/Gs4jp9EWl2ECuSGQ5MOSm065oSbQEQQmC3C1y1p61rL0FmEWrM94df9VTlda/k076YuAZsD1pn8GPllvZuczgbwSsADn1XJutwlML8Dt4GIBbgd115l7Ahbg3JvQHehYAtkR4E+HGbDCYSZ5p8ghS/cT/wvw+Y61YzodF3cd+doL2CnsxWs1RCse2mvXJRza87fHeTq8UyklyYcllQpdiAmYQEoEsiPAxwcB3j8se9faQS2J/xb4evDKrjWfn3uBgLYb+oMjnPgvBLYHdCRN73d9wdE++wPAUDj+9TtAfgByznNqIwELcBvhu2oTaIiAvKCVli+9paFyGs+s877vBN4bxEDHkjT7mnoUSjXppS/nKwmDbmL6FqDjSDoa5ZSMgLgfDbwVODwIr9hPfa9Xj6DJC/524AfhZ4VFOBnwtJ+2AKdN1OWZQGcS2BE4BNBs+NUTImBNFGEJr5ZE7wyiey2wNETk6kxqjfX6DOBtQXxrDcIiG9wFXBCuo7y/sSY4dyMELMCN0HNeEzCBiQR0BljHoBYBewO6s1jXJ2pvWMKrZU+J7/JwHEq3SGgm7FQfgUFAEceSHP/SbFiBVyS87wurEPXV7lwNE7AAN4zQBZiACUwh0BWWQ3cO4qD/Xhf2IhUCU8vNEgKnxgjoeJlWGJK+x6tL0ope9qPGmuDcjRBIarhG6nJeEzCBNAlkZw84zV65rNoJNPolRrdoXVl7dX4ybQIW4LSJujwTaBWB7HhBt6rHrmcygUZmwBLvN3oG3N4hZQFuL3/XbgL1E7AA18+uGDkvBeQJr31gLfPXkiS88obWJRy6yrLdHvS1tLmwz1iAC2tad6zwBCzAhTfxJjqoSzDeAZwcgm9IhPVOn+4YUnXfV85wvwC+E66j1FlspzYRsAC3CbyrNYGGCViAG0aY8wIkuPuGo1/HhdmwLuSYToAlvMvCrVNXAL8PF3LkHEG+m28Bzrf93PpOJmAB7mTrV/uuKycV+eqlwH7AYmDXcCGHBPp5QMe9RoE7QjQsHUFqxqUctkdCAhbghMD8uAlkhoC9oDNjigw0RMeRFIxDsaAVjnLrcERJV1EqDKXujFZISgXiaNR7OgPdLUYTLMDFsKN7YQImYAImkDMCFuCcGczNNQETMAETKAYBC3Ax7OhemIAJmIAJ5IyABThnBnNzTWADAe8BezCYQK4JWIBzbT43vqMJ2Au6o83vzuefgAU4/zZ0DzqVgAW4Uy3vfheEgAW4IIZ0NzqQgAW4A43uLheJgAW4SNZ0XzqLgAW4s+zt3haOgAW4cCZ1hzqGgAW4Y0ztjhaTgAW4mHZ1r/JPQJ/NzYBtgYOAQ4F9QthBhR98lllz1tLVdRtrVl0YQg3qlhtdfF9PUplbhZt1DgcOCBGVtgzRkx4D7gR+F27QeaTSBkdVqoe185hAhYAF2APBBLJHQJ9LXTF3JHBCCLi/HTAfmB2aWwbWhID69wI3hMvVB0L83yS9mgv0hbpU5x7AFsC8EM5QZUnYFT/4ceB24Frgp8B9QaCT1OdnTcAELMAeAyaQSQKK56tr5vTzkiCEM933qri+EscngeuAbwYxThJs/zDgTOAoYMcg8jN9OZfwrwLuAS4Azg9xhh1fOJNDyY3KMgHPgLNsHbetUwl8HXhVuOGmOuPdFAsJoILt/xr4IvCHTWWY8P+1hP1aQLNsBfWvJSmo/13AVcDn65h111KHnzGBQhOwABfavO5cTgmsDPu/WhpOkjQ71e03fw5clCCjZs+bAzPNsmcqam2Y/epieIm/kwmYQAICFuAEsPyoCbSIQKPLue8GzkvQ1kbq01V3SwB9aXAyARNIQMACnACWHzWBFhFoRBDVRAtwiwzlakygEQIW4EboOa8JNIfAQ4CO/8jrOUnSvuwzwBnAxQkyavaqI0hJl6Dlha2jSa/xEnQC2n7UBAIBC7CHgglkj8DngGOBgxOIsGbN9wM/Br4E3JagW18G3hiOH9Uqwtr//SNwGfCV4BmdoEo/agImYAH2GDCB7BHQUaATgfcA/eFMrryhp/u8yvHq+XA+94fAucBSQAJZa9oPeF8Q4V2ABcEbemp91SNPmmWPAN8GrgC0D9zosnmtbfVzJlAYAhbgwpjSHSkYgW2C+Gom/OoQmEOBMRSxSknCq/O/in71pzDzVTAOBeVIGg1LZSrwhyJgHReiYG0NzJlwLGl9CMTxYDjqdE2oV4E5LL4FG3zuTmsIWIBbw9m1mEA9BHQMSaEodw1ngvcOZ3XHQ1GOR6HSUvMoUA0NKWGuJ+n8r44ibR9CUGpWvGeYfWtvWfvEwyEKlma8Ck2pPWAnEzCBOglYgOsE52wm0EIC2pdVXGg5ZkmU9bnVjFRLz5oBpy2EqkN1aSlaS9+a4aoOib6WnyXITiZgAg0SsAA3CNDZTcAETMAETKAeAhbgeqg5jwlkgcDiJQdWmrF86S1ZaI7bYAImkIyABTgZLz9tAtkh4PuAs2MLt8QE6iBgAa4DmrOYQCYIWIAzYQY3wgTqJWABrpec85lAuwlYgNttAddvAg0RsAA3hM+ZTaCNBCzAbYTvqk2gcQIW4MYZugQTaA8BC3B7uLtWE0iJgAU4JZAuxgRaTsBe0C1H7gpNIE0CFuA0abosEzABE+gMArqpa2EIYbpdCBCjAC0K1vIwcDegW73qjczWERQtwB1hZnfSBEzABFIhoGsre4GDgP2BRcAOgOKUS4CfDpdz3AHcDOiMusTY0dOmwW8BTmVMuhATMAETKDwB3ZT1euAkQEFgdGGIQpUqjnhVSxS2VGKrMKkS3uuBS4MQryo8oYQdtAAnBObHTSAzBLwHnBlTdEhDzgTeD/QF4VW3Z9IQCbF+FKv88nBN5s99c9bkkWIB7pBPjrtZQAL2gi6gUTPdJd0z/ZIJF4LU0ljtAT8K/AJ4Vx1XZdZSR26fsQDn1nRueMcTsAB3/BBoMYC14T7qpLqhJellYdk67Zu7Wowg3eqSgky3dpdmAiZQPwELcP3snLMeAlpSrjfdBfQ34erMetuTiXwW4EyYwY0wgToIWIDrgOYsDRCwADcAb7qsFuCUgbo4E2gZAQtwy1C7ogqBPwF7J9wDlmjrXLD2gN/tPeDJI8kC7E+WCeSVgL2g82q5vLb7I8GRaskUEZ6qI1UPaP1+HLgS+D5wjb2gLcB5HfxutwmYgAm0k4ACbugM8JtCEI6dZ3DKkuezImINAzcA54egHHLicppAwDNgDwcTMAETMIFaCEgvtgjL0IeE88C7AlsDc0LYSQXg0LEjia+iYP0hLEGvq6WCTnvGAtxpFnd/TcAETKB+AtKMrhB6UjPgfUI86M2B9cBKYHkQYIWl1KzX8aBn4G0Brn8gOqcJtJeA94Dby9+1i4A0pPqj/564/2tCmyBgAfYQMYG8ErAXdF4t53abQIWABdgDwQTySsACnFfLud0mYAH2GDCBXBOwAOfafG68CXgG7DFgAnklYAHOq+XcbhPwDNhjwARyTcACnGvzufEm4Bmwx4AJ5JWAvaDzajm32wQ8A/YYMAETMAETMIF2EfAMuF3kXa8JmIAJmEBHE7AAd7T53XkTMAETyB0B6dZcYHvgVcDLgZeEkJhjwCPAHSEO9c1ANSJX5jpqAc6cSdwgE6iRgPeAawTlxwpEQGEw9wKODD+LgxBvFuJRKxLXauCZEIN6ALgO+C3wWNbCYlqACzQy3ZUOI2Av6A4zuLsbLoJ4H3AC0APMB0ozkFFsas1+bwe+B1wGPJilKxEtwB7TJpBXAhbgvFrO7a6fwP8GTg4XQGg2XEvSTUyaCUuAvwQ8V0umVjxjAW4FZddhAs0gYAFuBlWXmW0C94cl59kJQilrWXpVuKXp6HBdYiZ6aQHOhBncCBOog4AFuA5ozpJzAhLTepP2gPuBh+otIO18FuC0ibo8E2gVAQtwq0i7nuwQsABnxxZuiQl0MAF7QXew8Tu2689uwvFqJjByyNLy9aHBOzoTAD0DzoQZ3AgTMAETMIEaCJwHvA7YcSPez1OL0dng5cCPgc+HI0o1VNX8RyzAzWfsGkzABEzABNIhoBnsB4ATgW2AWcEZa6qWaam6DKwNe77nAt8PATr090wkC3AmzOBGmIAJmIAJ1EBgDrAPcBRwHLAE2BzQkaSqnkl8teT8KHBTmPn+GrgX0Gw4M8kCnBlTuCEmkJCA94ATAvPjBSGgWe+2ISKWgnHsDewWhFgC+xRwD7AMGAnCq4AcjThwNQWdBbgpWF2oCbSAgL2gWwDZVWScgEJQ7hLOBs8LIitHLcWD1s+aLLffApxl67htJrAxAhZgjw8TyDUBC3CuzefGdzQBC3BHm7+gndctRwtDqEnddqRZrZymqrPau0M852bu5SrKli582CPMrBeEmbVCWGpfWW3QkSbtMzeULMAN4XNmE2gjAQtwG+G76pQJyJGqFzgQOABYFI4a6bIFCbD2cHWRgvZ1dcXgH8P+bsMiOKEfqmvfCW3Q/vJOgJa5tX+sG5YUResu4Jbwo3/L07quZAGuC5szmUAGCFiAM2AENyEFAjsEj+Y3hrt95WAlb2fdcjTRs1mzXsV0ljfzr4BLgN+ndLmCjjTpfPGfAYcBapNm49O1QdcdPgD8JlzwcEP4gpAYhQU4MTJnMIGMELAXdEYM4WY0SOC9wIeA/YPoqbiZtEkzUf1oSfpq4BzgpyksB78D+CBwSIi0VUsbngeuB74d2iJhTpQswIlw+WETMAETMIGUCWg5V2d7td9bqyZJhFcCNwKn1TsDndAPzaTVBi03J2mDjjzpqsN3hn3hRGhqrShRoX7YBEzABEzABGokoKNCSa4XrBarvWEtR2vf+PEa65rpMbVB54u15JwkVR3E1IbhJBk3NsVOWo6fNwETMAETMIF6CDQSIEN7sYqGpdlwI6mRNmjpWdccKt50ouQZcCJcftgEMkTAe8AZMoab0gCBRsTPAtwAeGc1AROol4C9oOsl53zZIlDvHvBjYQ/4XSnsAf8u7AHrOFStE1N9cXgSGPQecLYGlFtjAs0nYAFuPmPX0AoCZwDvCed/dRa3KoDT3XCk9lTPBcsL+sLggbyuwYaqfgm5jiAp8EZ1L3hjbZAn9s+BC4ArAHlFJ0q1Kn2iQv2wCZhACwhYgFsA2VW0gIDO4Op6wbcALwN2ncEpS8KraFS6YEG3HJ0ffic+/jNNn7YAjgXeChwUomDpLPJ0AiyhVTQseU5/L5xJTiy+aoMFuAWjy1WYQFMIWICbgtWFtpyAdEjHfxYDuu9XDk263WjrcC5YS70SOC05j4ZIWH8IkbHqjkI1TS8181UELp0F1plkhaLUl4PqJQ8KAiJnL4mvInFJgOWFXfeFDxbglo81V2gCKRGwAKcE0sVkhICOASn6lMI/vhTYE9DMVBGwdMxIx3wU+lFhKSV6mhGnnXSvsNqgONRqg+JSbxmCfzwRvgDcCejfEv+GYlJbgNM2n8szgVYRsBd0q0i7ntYTkDZVf1R7NQJWIx7TSXvR9DZYgJOaxM+bgAmYgAmYQAoELMApQHQRHUNAThnal9ItKYeHAADaJ9L+lZbEdAH47cEx5E9hv0j7Rq381t4xxnBHTSDvBCzAebeg298qAjofKO9IeWu+Inhq6m8SZe0baT9KRyEkuBJixYe9KnhIPmwRbpWZXI8J5IeABTg/tnJL20dAQvsaQOcVNfPVLFgOIzN9fuSYIa/NO4BzgUvD9WXp9sB7wOnydGkm0GICFuAWA3d1uSRwPPDRMPOVR2Stnxt5SWomfBHwj6n33F7QqSN1gSbQSgK1vkha2SbXZQJZI/BJ4PNTIuTU2kYFCdDl4Trkn26yAKfL06WZQIsJWIBbDNzV5ZLAWcDZDbRcUXsU4i7dZAFOl6dLM4EWE7AAtxi4q8slAQtwLs3mRptAtglYgLNtH7cuGwQ+HpagFZUn6YXdcsb6JfD61LviGXDqSF2gCbSSgAW4lbRdV14JHAF8ADgmhMmrVYQlvjeEG1u+lXrn7QWdOlIXaAKtJGABbiVt15VXAgrGfiDwXuA4YLsQoF1CPPUzVD0PrHi1twIS3p+GoBx57b/bbQIm0AQCFuAmQHWRhSSgAO26KeXVQYT3DYHiq1eWKdqVzv8qEIdubLke+EmIjCUxdjIBEzCBSQQswB4QJlA7AUW80jngHUI4Sonw7uF4kkJR6rq0ZYBuS3kw3ODS6EXhtbfOT5qACeSKgAU4V+ZyYzNEYH4QY90hWg1FKRHWbFeXhjfjqrTJ3fcecIaGg5tiAskJWICTM3MOE8gGAXtBZ8MOboUJ1EnAAlwnOGfLLQHNVncD9gJ2DDcZ6XOgpWLNWvVvPaNYz/rbM2E5+e5wyUJ2Om4Bzo4t3BITqIOABbgOaM6SSwLau90/XKag3xJgeTProgU5WE09WlR1qNKS8qPAcuCWcKzoLkAhJtubLMDt5e/aTaBBAhbgBgE6ey4IbBs8l98KHBKEd3aY7VY/A1M/C9U7fPVbP/JufiB4N18I3BhuPGofAAtw+9i7ZhNIgYAFOAWILiLzBM4E3gkcDMh5qpH0FHA1cB7wo0YKajivBbhhhC7ABNpJwALcTvquu1UEhoA9wnJzo2Nes2EdN5IIn96qDkxbj72g24rflZtAowQafRk1Wr/zm0ArCKwPe7xpjXc5a/0aeE0rGu86TMAEikkgrRdSMem4V0UhUN3PTbM/EuBXpVmgyzIBE+gsAhbgzrJ3p/bWM+BOtbz7bQIZJmABzrBx3LTUCPwgOGDtUsd1glMbITFXqMnLgM+l1sJ6CvIecD3UnMcEMkPAApwZU7ghTSSgvdrTgJPCESQF2tDYr3X8awlb+746G6yAHPKAvgSQc1f7kr2g28feNZtACgRqfQGlUJWLMIG2EdCZ3/2AE4BjgQNCHOdax7/EV5cr/A64CvhZEOLmx3veGDILcNsGlCs2gTQI1PoCSqMul2EC7SSg0JIKPblPEOMeQEvSW4WzwRLpatKMd224VOFJ4L6w7KwZr6Jg6Sxwe8VXLbUAt3M8uW4TaJiABbhhhC4gZwQUcnKzcLfvnkGA9TdFutKPPhMKT6l7fiXCjwPDIQqWbjtqv/BWgVuAczb03FwTmEzAAuwRYQJ5JWABzqvl3G4TqBCwAHsgmEBeCdgLOq+Wc7tNwALsMWACJmACJmAC7SLgGXC7yLteEzABEzCBjiZgAe5o87vzJmACJmAC7SJgAW4XeddrAo0S8B5wowSd3wTaSsAC3Fb8rtwEGiBgL+gG4DmrCbSfgAW4/TZwC0ygPgIW4Pq4OZcJZISABTgjhnAzTCAxAQtwYmTOYAJZImABzpI13JakBBTBaosQYvLQcOPRYmDbcMZdISNHgJuBm4D7gafDpQpJ68re8xbg7NnELTKBBAQswAlg+dFMEdCNRt3AMeGCBQnvNsA8QHGflXR70eoguhLinwNXh7jOCjOZ72QBzrf93PqOJ2AB7vghkFsA+wLvBU4G9gDmbuSuX8VvluA+EgT4W8CtwLrc9l4Ntxd0rs3nxpuABdhjIK8EJKKvBXShgmbDtSQJ8cPA9cBngdFaMvkZEzABE2gGAQtwM6i6zFYQ0C1FurVo4jWCtdSrZelnw7K17vd1MgETMIG2ELAAtwW7K02BgO7sbSS9ErihkQKc1wRMwAQaIWABboSe87aTgAXYe8DtHH+u2wQaJmABbhihC2gTATlUbQXMSVj/ekDHk14P/D5h3mw9bi/obNnDrTGBhAQswAmB+fHMEPhb4A2AvKFrFWHt/+o40pXAv4ZzwZnpUOKGWIATI3MGE8gSAQtwlqzhtiQhIO/nU4DTgEUhIIe8oaeOaS1VS3ifAx4ELgQuAJYDmg3nN1mA82s7t9wEpnlZGYoJ5IWAomDtABwIHAccEf5b54Grx5J07GgNII9pLTcrCIc8nx8qRDQsC3BexqrbaQLTEvAM2AMjzwQ0fhX5antgN2C/EB1LEbH0/xR2cgVwG3AP8CjwPNCoA1c2mFmAs2EHt8IE6iRgAa4TnLNljoDCTyoutM4Ga09YY1uRrnTmV0Kc76hX0+G2F3TmBqEbZAJJCFiAk9DysyZgAiZgAiaQEgELcEogXcyLCOhGooXAruG4kGaomoXqCNADwN1hb9boTMAETKAjCViAO9LsTeu0ln51Q9HhwMuBHmAnYMtwQ5EE+JkQj/lO4A8hGpXEOP+3EzUNqws2ARMoIgELcBGt2p4+aYYr0X1buCJwr+AgJW/lqUneyXKGkmPUtcBF4c7e4u3TNtMW3gNuJl2XbQJNJ2ABbjrijqmgH/hr4ERgxwS9fgz4AXAu8KsE+fyovaA9Bkwg1wQswLk2X6Ya/yHgrHAWt9brAdWB6hWB3wM+nqkeZb0xFuCsW8jtM4GNErAAe4CkReALQYA1ppKMK53J1c8lYfk6rfYUvxwLcPFt7B4WmkCSF2WhQbhzDRPQ7PfsBkqRACu0pFOtBCzAtZLycyaQSQIW4EyaJZeN8gy41WazALeauOszgVQJWIBTxdnRhWn2+jngpcH7uVYYOn40BHwX+FKtmfwcYC9oDwMTyDUBC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